Details Page for 0.1066

Complete Solution is Known:

Period:  
Preperiod:  
Quotient Size:   2052
P-Portion Size:   236
Tame?   No

MSV File: q-0.1066.msv

Growth Pattern:

Heap   Q-Size   P-Size
121
562
9102
13123
14163
19243
20568
2110013
2313619
3119627
3222030
3860868
4080488
412052236

(Click on a heap to see details)

Details for Q40(0.1066):

Q = <a,b,c,d,e,f,g,h,i,j,k,l,m,n,o,p,q,r,s,t | a2=1, b4=b2, b3c=bc, c3=c, bd=bc, d2=b2c2, b3e=be, ce=abc, de=abc, e2=b2c2, f2=b2c2, bcg=bcf, beg2=be, b2fg2=b2f, dfg2=df, b2g3=b2g, cfg3=cfg, bg4=bg2, cg4=cg2, dg4=dg2, eg4=eg2, g5=g3, bh=abc2, c2h=h, eh=bc2, dg2h=dh, g3h=gh, dh2=adh, fh2=afh, gh2=agh, h3=ah2, i=ab2c2, bcj=abc, cfj=acf, dfj=adf, b2g2j=b2j, dhj=adh, fhj=afh, ghj=agh, j2=aj, k=bc2, l=e, b2m=abc2, cm=abc, dm=abc, em=abm, hm=bc2, bg2jm=abg2m, g3jm=ag3m, m2=b2c2, bn=abc, cn=ab2c2, en=bc, dg2n=dn, g3n=gn, hn=b2c, djn=adn, gjn=agn, mn=bc, n2=b2c2, bo=bc, do=b2c2, eo=abc, c2fo=fo, c2go=go, g2o=c2o, ho=dh, cjo=aco, fjo=afo, gjo=ago, mo=abc, fno=ab2c2f, gno=ab2c2f, o2=b2c2, p=o, q=o, bcr=abc, c2dr=dr, cfg2r=cfr, hr=b2c2, cjr=acr, djr=adr, bg2mr=adn, nr=b2c, or=ab2c, r2=b2c2, s=c2r, b3t=bt, bct=bcf, dt=b2cf, b2et=et, b2gt=gt, cgt=b2c, g2t=b2t, ght=ab2c2, h2t=aht, bjt=ab2egj, cjt=act, ejt=bc2f, gjt=abej, hjt=aht, mt=abc2f, nt=ab2cf, ot=b2cf, b2rt=rt, crt=ab2cf, jrt=abegjr, t2=b2c2>

P = {a, b2, ac, ac2, b2c2, abe, acdg, fg, b2fg, c2fg, acdfg, abefg, g2, b2g2, c2g2, acdg2, acdg3, fg3, g4, ch, cfh, cdgh, afgh, ag2h, ach2, j, ab2j, cj, c2j, bej, afgj, ab2fgj, befgj, ag2j, ac2g2j, cdg2j, afg3j, ag4j, ah2j, abm, abfgm, abg2m, abfg3m, bjm, bfgjm, an, dgn, afjn, co, cfgo, ano, br, b3r, acdr, bfr, b3fr, gr, b2gr, c2gr, abegr, bfg2r, g3r, c2g3r, cdg3r, abfjr, ab3fjr, agjr, ab2gjr, begjr, abfg2jr, ag3jr, bmr, afgmr, ag2mr, afg2mr, afg4mr, abjmr, abfgjmr, ft, b2ft, c2ft, abeft, gt, abegt, afjt, rt, bfrt, bgrt}

Phi = 1 a 1 1 1 bc bc bc abc b a a a c d e bc bc bc f g h ab2c2 j abc abc abc bc2 e abc2 m n o o o abc bc abc r c2r t

Monoid Structure

Idempotent  |G|  |Arch|
122
b246
c244
b2c2 *16692
b2g2814
c2g2812
g448
ag2h88
h248
aj22
ab2j816
ac2j44
ac2g2j812
ag4j48
ah2j48